BENG 449 Problem 3 5

BENG 449 Problem 3 5 - Efldfflfi 9:41 PM HHTLHE Cnmuund...

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Unformatted text preview: Efldfflfi 9:41 PM HHTLHE Cnmuund Window l DE 2 -IIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIII...-I-I-I-I-I-I-I-I-I-I- ...“ ...“ % EEHG ii? -- Frabl:m 5:t 3, Gu::tian 5 % Hritt:n by il:I L:Inn % Ent:r th: data far Fl and F2 Fl - [97 lug BE 94 9D El 122 BE 59 ll? QEII F2 - [£3 E? 99 67 HE TE 63 QB ED BE £9|; % D:fin: th: diff:r:n:: y::tor, D D - Fl — F2: F:rfarm a an:—tail:d t—t::t: H_fl: mu_D - fl H_l: mu_D B U Hatlab allaw: th: t::t ta b: p:rfarm:d by :nt:ring th: tun data y::tar: that :r: ta b: :Dmp:r:d, a: by ##fi'fl'fl' % p:rfarming th: t::t dir::tly an th: diff:r:n:: y::ta:. [h, p, :i, stat5| - tt::thl, F2, fl.fl5, 'right'1; [hl, pl, :il, statslI - tt::th, fl, fl.fl5, 'right'1; % Frint th: tHD 5: % th: tub t::t: r: dispf[' '|1; if ffh -- 11 EE fhl -- l11 dispf['H:j::t th: null hypath::i:, H_U: m::anl1 - m::n(P2]']]; t: af r::ult:, b:ing :ur: ta nut: that t urn th: 5am: r::ult: :15: if ffh -- U1 EE fhl -- U11 dispf['Fail ta r:j::t th: null hypath::i:,', ... 'H_fl: m:aanl1 - m:aan11'|1: :ls: dispf['EHHflH: Th: tub t::t: H:r: in:an:i:t:nt in r:j:cting H_D']]; :nd :nd dispf['Th: r:j::tion r:gion far a 5% right-:id:d t-t::t i5: t_D 5 '. ... numlstrficdff't', H.95, l:ngtth1 - l11|1; if f:tat:.t:tat -- :tat:l.t:tat1 dispf['Th: t: t statistic is: t_fl - ', numl:trf:tat5.t5t:t]]]; L1 :15: dispf['EHHGH: Th: tHD t::t: H:r: in:nn:i:t:nt in camputing t_D']]; :nd if f:tat:.df -- :tat:l.df1 dispf['Th: numb:r af d:gr::: af fr::dbm is: df - '. numE:trEst:ts.df]]]; :ls: dispf['EHHDH: Th: tub t::t: H:r: in:an:i:t:nt in :amputing df']]; :nd if [p -- p11 dispf['Th: p—yalu: Df th: t::t is: p - ', numl:trfp]]]; :ls: EFLIFUE 9:41 PM HHTLHE Cumumnd Windnw 2 of 2 --I-------------------------------------------------------------------------- dispf['EHHGH: The tun tests were insansistent in samputing p']]; end Reject the null hypothesis, H_fl: meaanl1 - meaan11 The rejectian regian far a 5% right—sided t—test is: t_D 1 1.3125 The test statistic is: t_fl - 1.1519 The number sf degrees sf freednm is: df - ID The p—value sf the test is: p - fl.fl23394 .Im .Im ...
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BENG 449 Problem 3 5 - Efldfflfi 9:41 PM HHTLHE Cnmuund...

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